Pages Covered - 34-37
Acceleration Formula
Its change in velocity (how much it speeds up)
The time taken (how long it takes to speed up
A = Change in velocity / Change in time
Unit Of Acceleration
The Unit Of acceleration is M/S square
Acceleration From Speed-Time Graph
The object must be travelling in a straight line; its velocity is changing but its direction is not.
If the speed–time graph is curved (rather than a straight line), the acceleration is changing.
If the graph is sloping downwards, the object is decelerating. The gradient of the graph is negative. So a deceleration is a negative acceleration.
Example Of Calculating Acceleration
A car sets off from traffic lights. It reaches a speed of 21 m/s in 10 s. What is its acceleration?
A = V - U / T
A = 21 - 0 / 10
= 21/10
= 2.1 m/s
Calculating Speed in Distance-Time Graph
Formula : Speed = Gradient Of Distance–Time Graph
Example
Speed = 80/1
Speed = 80 km/h
In a velocity-time graph where the slope is changing, how would you determine the instantaneous acceleration at a specific point? What methods or tools could you use to accurately analyze this graph?